- AVERAGING ON COMPACT LIE GROUPS 1. HAAR MEASURE
- Appendix Two sided ideals in Clifford algebras We begin by determining the centers of the Clifford algebras C...(m).
- Clifford algebras and Lie triple systems Section 1 Preliminaries
- Canonical inner products on C............(n) and M(n,K) Let K = , or , and let M(n,K) denote the n x n matrices with elements in K.
- Semisimple rings and modules The material in these notes is based upon the treatments in S. Lang, Algebra, Third
- Rigid motions of n (revised January 2001)
- Lie triple systems in compact semisimple Lie algebras The elementary theory of Lie triple systems is not easily found in the literature, and
- THE MANIFOLD STRUCTURE OF G/H PATRICK EBERLEIN
- 2-STEP NILPOTENT LIE GROUPS ARISING FROM SEMISIMPLE MODULES PATRICK EBERLEIN
- Left invariant geometry of Lie groups by Patrick Eberlein
- Appendix 2 Clifford algebras and Lie triple systems Section 1 Preliminaries
- Rational approximation in compact Lie groups and their Lie algebras* Introduction
- Rational approximation in compact Lie groups and their Lie algebras II* Patrick Eberlein (pbe@math.unc.edu)
- Appendix I Lie triple systems in compact semisimple Lie algebras The elementary theory of Lie triple systems is not easily found in the literature, and
- Geodesic flows in manifolds of nonpositive curvature Patrick Eberlein
- THE RICCI TENSOR AND KILLING VECTOR FIELDS IN RIEMANNIAN SYMMETRIC SPACES
- GEOMETRY OF 2-STEP NILPOTENT LIE GROUPS PATRICK EBERLEIN
- Quaternionic Structures Definition A finite dimensional real vector space U admits a quaternionic structure if there
- The moduli space of 2-step nilpotent Lie algebras of type (p,q) Patrick Eberlein
- Riemannian submersions and lattices in 2-step nilpotent Lie groups Patrick Eberlein
- The two variable Newton method for solving equations Let a(x,y) and b(x,y) be two differentiable functions of x and y. In calculus we
- Structure of stabilizer Lie algebras GW June 25, 2003